/sci/ - Science & Math » Thread #11493782

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Anonymous Mon 23 Mar 03:01:37 2020 No.11493782 View Reply Original Report

Quoted By: >>11494199

Without too much smart ass computer science hate, is pictured a good continuation in continuous mathematics for a first year computer science student? My education in continuous mathematics is to the level of basic differentiation and integration, matrices, trigonometry etc.

Anonymous

Anonymous Mon 23 Mar 2020 03:09:38 No.11493802 Report

Quoted By:

>Without too much smart ass computer science hate, is pictured a good continuation in continuous mathematics for a first year computer science student?
Why don't you try it and find out?

Anonymous

Anonymous Mon 23 Mar 2020 05:58:37 No.11494189 Report

Quoted By:

ABSOLUTE SHIT, AND THE AUTHOR IS PROBABLY HOMOSEXUAL

Anonymous

Anonymous Mon 23 Mar 2020 06:02:19 No.11494199 Report

Quoted By: >>11494755

>>11493782
I recommend Understanding Analysis by Abbott and then moving on and doing baby Rudin chapters 1 - 6. Folland and papa Rudin are good for measure, and munkres and willard are good for introductory topology. A lot of the topology you'll see in CS comes from algebraic topology, so hatcher is pretty good for that (and free!).

Anonymous

Anonymous Mon 23 Mar 2020 12:16:24 No.11494755 Report

Quoted By:

>>11494199
Thanks anon, looks like my uni has all the books mentioned. I will get started with Abbott

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